A polynomial approximation scheme for a constrained flow-shop scheduling problem
Mathematics of Operations Research
Discrete Applied Mathematics
Open Shop Scheduling to Minimize Finish Time
Journal of the ACM (JACM)
A heuristic for two-machine open-shop scheduling problem with transportation times
Discrete Applied Mathematics
A PTAS for shop scheduling with release dates to minimize the average weighted completion time
A PTAS for shop scheduling with release dates to minimize the average weighted completion time
Deterministic Scheduling with Pipelined Processors
IEEE Transactions on Computers
A 3/2-approximation for the proportionate two-machine flow shop scheduling with minimum delays
WAOA'07 Proceedings of the 5th international conference on Approximation and online algorithms
A polynomial approximation scheme for problem F2/rj/Cmax
Operations Research Letters
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We identify two classes of machine scheduling problems with time lags that possess Polynomial-Time Approximation Schemes (PTASs). These classes together, one for minimizing makespan and one for minimizing total completion time, include many well-studied time lag scheduling problems. The running times of these approximation schemes are polynomial in the number of jobs, but exponential in the number of machines and the ratio between the largest time lag and the smallest positive operation time.These classes constitute the first PTAS results for scheduling problems with time lags.